A low computational cost numerical method for solving mixed diffusion problems

Abstract

In this paper a discrete eigenfunctions method for constructing numerical solutions of mixed diffusion problem with space varying properties and source term is developed. After discretization, instead of solving algebraically the discretized problem, we propose a discrete eigenfunctions method which reduces the computational cost of standard finite difference methods.

Publication
Elsevier, Applied Mathematics and Computation
Luz Angélica Caudillo Mata
Luz Angélica Caudillo Mata
Computational Scientist & Community Builder

Passionate about driving innovation and developing cutting-edge technology at the intersection of GeoAI and computational geosciences, while fostering collaborative communities.